Ch 7. Alternating Current Flashcards
The root mean square (r.m.s) value of alternating current of equation I = 60sin 100 π t is
60/√2
For resonance condition in any L-C-R circuit, the phase difference between applied voltage and current is
Zero
The phase difference between current and voltage is only capacitive alternating current circuit is
90•
90 degree
The impedance of L-R circuit is
The impedance of the LR series circuit is Z=√R²+(ωL)²
In step up transformer, the value of current in secondary coil compared to primary coil is
Less
Capacitive reactance is
1/ωC
The relation between r.m.s value of alternating current (I r.m.s) and peak value of alternating current ( I₀ ) is
Neeche r.m.s
I r.m.s. = 0.707I₀
Neeche r.m.s
Inductive reactance offered by an inductor of inductance L in A.C. circuit of angular frequency ω is
ω.L
In an alternating current circuit, the phase difference between current I and voltage is φ then Wattless component of current will be
I sin φ
The ratio of root mean square (r.m.s) value and peak value of an alternating current is
1/√2
In A.C. circuit, the current and voltage are given by i = 5 cos ωt and V = 200 sin ωt respectively. Power loss in the circuit is
Zero
The relation between peak current I₀ and root mean square current I rms is
Neeche rms
I₀ = √2 I rms
Neeche rms
The unit of reactance is
Ohm
Hot wire ammeter measures
r.m.s. value of A.C.
If the equation of an electric current is
I = 0.6 sin 100 πt, the frequency of electric current is
50